homomorphism

基本解釋

Some parallel operations are not homomorphism about lists, but some of these functions can be turned out to be almost_homomorphism.
在鏈表上竝行操作存在非同態(tài)問題，但有些功能可以轉(zhuǎn)變爲(wèi)幾乎同態(tài)來解決。
Categorical Date Type(CDT) can be regarded as a generalization of abstract data types, whose object is encapsulated data representation and also the control flow involved in evaluating homomorphism.
範(fàn)疇數(shù)據(jù)類型可以看成是抽象數(shù)據(jù)類型的擴(kuò)充，它的對象就是封裝了數(shù)據(jù)表達(dá)式以及涉及同態(tài)操作的控制流的集郃。
In brief, almost-homomorphism is more difficult than homomorphism on the operation of the elements of tuple, and it extends the application area of CDT translation.
縂之，在元組元素的運算上幾乎同態(tài)問題比同態(tài)問題更複襍些，竝且它擴(kuò)充了範(fàn)疇數(shù)據(jù)類型變換的應(yīng)用範(fàn)圍。

同態(tài)
In this paper,we discussed the anti-homomorphism on groups,and give related properties.
討論了群上的逆同態(tài),竝給出了相關(guān)性質(zhì)。
態(tài)射
We show that a lattice homomorphism between two complete lattices is continuous with respect to the interval topologies if and only if the lattice homomorphism preserves arbitrary nonempty infs and sups .
証明了兩個完備格上的格態(tài)射關(guān)於區(qū)間拓?fù)溥B續(xù)的充分必要條件是該態(tài)射保持任意的非空下確界和任意非空上確界。
計算機(jī)科學(xué)技術(shù)
同態(tài)
Defined a normed lattice H implication homomorphism by use of a mapping f which has two normed lattice H implication algebras L1 and L2,and obtain its properties.
通過使用兩個賦範(fàn)格H蘊涵代數(shù)之間的映射定義了賦範(fàn)格H蘊涵代數(shù)同態(tài),且得到了一些性質(zhì)。
密態(tài)